-- 1 Ca : 3r+ y = 17 that are shown in the figure below. Ca 1 G 7 G -2 -3 R Define the region R to be the region to the left of Ca, to the right of Ca, and in between both curves of C- Set up integrals to compute the area of the region R. Justify your remoning and explain how you chose to split up the region. Your . 'n should have the following: (a) The above graphs of the three curves with relevant points of intersection labeled. You can use graphing software to find points of intersection. (If so, attach the screenshot.) [1] (b) Label the region R in your graph clearly and indicate how you are breaking it up into smaller areas. Explain why you are doing it this way. [4] (c) An integral corresponding to the area of each smaller part. Explain how you obtained each integral. [5] Note: You do not need to evaluate the integrals